Using Euler’s method with the step size 0.05, the approximate value of the solution for the initial value problem
\(\frac{d y}{d x}=\sqrt{3 x+2 y+1}, \quad y(1)=1 \text {, }\)
at x = 1.1 (rounded off to two decimal places), is
1
1.50
2
1.65
3
1.25
4
1.15